leibniz 相关例句
双语例句
1.I
have
no
doubt
thatevery
single
philosopher
whomI
havementioned,
with the exception
ofLeibniz,
is better known
tomany
men
than
to me.我毫不怀疑,很多人对于我所述及的任何一个哲学家,——除了莱布尼兹之外——都比我知道得多。2.Newton
was
thefirst
toapply
calculus
togeneral
physics
and
Leibniz
developed
much
of the notation
used
in
calculus
today.牛顿是第一个适用于一般的物理演算和莱布尼茨大部分发达国家中使用的符号演算今天。3.Leibniz
'sdream
of
Universal Language seems
to
build
confidence
on the reconstruction of the Babel.莱布尼茨的设想似乎为人类建造巴别塔重新树立了信心。www.shici08.com4.Several
examples
may
illustrate
thelack
ofclarity
even
among the great
immediate
successors
of Newton and
Leibniz.有几个例子可以说明:即使Newton和Leibniz的卓越的直接继承人也缺乏明晰性。5.As
thefamous
German
philosopher
Leibniz
said,
theworld
no
two
are
exactly
thesame
leaves.正如著名的德国哲学家莱布尼茨所说,世界上没有两片完全相同的树叶。zhidao.baidu.com6.
Leibniz's
life
was
dominated
byan
unachievableambition
to
Excel
in
every
sphere
ofintellectual
and
political
activity.莱布尼茨一生被这样一个不可能实现的野心所支配,那就是他企图在智力和政治的各个领域出人头地。dict.ebigear.com7.
Theland
ofLeibniz
and
Humboldt,
ofGoethe
and
Gauss,
is
now
indulging
the
fantasies
ofcynical
scaremongers.这片诞生过莱布尼茨和洪堡、歌德和高斯的土地,现在正沉浸于危言耸听者愤世嫉俗的幻想中。newssgo.com8.Leibniz
discovered
thatany
number
ofsymbols
could
beformed
from
patterns
ofthese
two
marks.莱布尼茨发现,任何数目的符号都可以由这两种记号的图案所组成。9.Leibniz
also
invented
the
stepped
gear
mechanism
for the addend digit
introduction,
andto
this
day is still
beingused.莱布尼茨还发明了加数位齿轮加强引进机制,到今天仍在使用。wenwen.soso.com10.In
mathematics,
Newton
established
"
theNewton
binomial
theorem"
,
and
nearly
simultaneously
established
thecalculus
study
withLeibniz.在数学上,牛顿创立了“牛顿二项式定理”,并和莱布尼兹几乎同时创立了微积分学。www.36928.com
权威例句
Philosophical Papers and LettersPhilosophical Papers and LettersDecker T, Schneller F, Sparwasser T, Tretter T, Lipford GB, Wagner H, Peschel CImmunostimulatory CpG-oligonucleotides cause prolifer...New Essays on Human UnderstandingTheodicy: Essays on the Goodness of God, the Freedom of Man, and the Origin of EvilNouveaux Essais sur l''Entendement HumainDie Philosophischen Schriften von Gottfried Wilhelm LeibnizG.W Leibniz: New Essays on Human UnderstandingFold: Leibniz and the BaroqueUniversal enveloping algebras of Leibniz algebras and (co)homology